Find the length of the helix f(t)= [(cost)^2), (sint)^2, 2t^2] for t E [0,10]. Reparametize this curve by arc length.
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Originally Posted by kandygirl16 Find the length of the helix f(t)= [(cost)^2), (sint)^2, 2t^2] for t E [0,10]. Reparametize this curve by arc length. To find the length you need to integrate This gives This function does not have a "nice" anti derivative. Did you mean the helix ?
Hi, thanks for the reply. No unfortunately, this is the one I meant.
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